Novo Martin, Julia julia.novo@uam.es

Publications

Enhancing nonlinear solvers for the Navier–Stokes equations with continuous (noisy) data assimilation

  • García-Archilla B
  • Li X
  • Novo J
  • Rebholz LG

Computer Methods In Applied Mechanics And Engineering - 1/5/2024

10.1016/j.cma.2024.116903 View at source

  • ISSN 00457825

On the influence of the nonlinear term in the numerical approximation of Incompressible Flows by means of proper orthogonal decomposition methods

  • García-Archilla, B.
  • Novo, J.
  • Rubino, S.

Computer Methods In Applied Mechanics And Engineering - 15/2/2023

10.1016/j.cma.2022.115866 View at source

  • ISSN 00457825

Second order error bounds for POD-ROM methods based on first order divided differences

  • García-Archilla, B.
  • John, V.
  • Novo, J.

Applied Mathematics Letters - 1/12/2023

10.1016/j.aml.2023.108836 View at source

  • ISSN 08939659

OPTIMAL BOUNDS FOR NUMERICAL APPROXIMATIONS OF INFINITE HORIZON PROBLEMS BASED ON DYNAMIC PROGRAMMING APPROACH

  • De Frutos, J.
  • Novo, J.

Siam Journal On Control And Optimization (p. 415-433) - 1/1/2023

10.1137/21m1459290 View at source

  • ISSN 03630129

Robust error bounds for the Navier-Stokes equations using implicit-explicit second-order BDF method with variable steps

  • García-Archilla, B.
  • Novo, J.;

Ima Journal Of Numerical Analysis (p. 2892-2933) - 1/1/2023

10.1093/imanum/drac058 View at source

  • ISSN 02724979

POD-ROMs FOR INCOMPRESSIBLE FLOWS INCLUDING SNAPSHOTS OF THE TEMPORAL DERIVATIVE OF THE FULL ORDER SOLUTION

  • García-Archilla, B.
  • John, V.
  • Novo, J.

Siam Journal On Numerical Analysis (p. 1340-1368) - 1/1/2023

10.1137/22m1503853 View at source

  • ISSN 10957170

Error analysis of a SUPG-stabilized POD-ROM method for convection-diffusion-reaction equations

  • John V
  • Moreau B
  • Novo J

Computers & Mathematics With Applications (p. 48-60) - 15/9/2022

10.1016/j.camwa.2022.07.017 View at source

  • ISSN 08981221

Error analysis of proper orthogonal decomposition data assimilation schemes with grad–div stabilization for the Navier–Stokes equations

  • García-Archilla B
  • Novo J
  • Rubino S

Journal Of Computational And Applied Mathematics - 1/9/2022

10.1016/j.cam.2022.114246 View at source

  • ISSN 03770427

Fully Discrete Approximations to the Time-dependent Navier-Stokes Equations with a Projection Method in Time and Grad-div Stabilization (vol 80, pg 1330, 2019)

  • de Frutos, Javier
  • Garcia-Archilla, Bosco
  • Novo, Julia;

Journal Of Scientific Computing - 1/8/2021

10.1007/s10915-021-01551-7 View at source

  • ISSN 08857474

On the convergence order of the finite element error in the kinetic energy for high Reynolds number incompressible flows

  • Garcia-Archilla, Bosco
  • John, Volker
  • Novo, Julia;

Computer Methods In Applied Mechanics And Engineering - 1/11/2021

10.1016/j.cma.2021.114032 View at source

  • ISSN 00457825

This researcher has no books.

Adaptivity and a posteriori error estimation for non-linear parabolic problems

  • Javier De Frutos
  • Bosco García-Archilla
  • Julia Novo

Adaptive Modeling And Simulation 2007 (p. 81-84) - 1/1/2007

  • iMarina

An efficient way to avoid the order reduction of linearly implicit Runge-Kutta methods for nonlinear IBVP¿s

  • Novo Martin, Julia

Modelings, Simulation And Optimization Of Integrated Electrical Circuits (p. 321-332) - 1/1/2003

  • iMarina

Métodos Runge-Kutta linealmente implícitos para ecuaciones de convección-difusión

  • Calvo Cabrero, María Paz
  • Novo Martín, Julia
  • Frutos Baraja, Francisco Javier de

Xvi Cedya. Congreso De Ecuaciones Diferenciales Y Aplicaciones (p. 989-996) - 1/1/1999

  • iMarina

Corso Estivo di Matematica

  • Novo Martin, Julia

  • iMarina

Advanced Topics in Nonlinear Partial Differential Equations and Applications

  • Novo Martin, Julia

  • iMarina

High Resolution Numerical Methods for Fluid Mechanics

  • Novo Martin, Julia

  • iMarina

Workshop Course on Wavelets and Filter Banks (impartido por Gilbert Strang y Truong Nguyen)

  • Novo Martin, Julia

  • iMarina

Numerical Resolution for inverse problems

  • Novo Martin, Julia

  • iMarina

Symmetric pressure stabilization for equal order finite element approximations to the time-dependent Navier--Stokes Equations

  • Bosco García-Archilla
  • Volker John
  • Julia Novo

14/2/2019

  • iMarina

Comparison of Numerical Methods for Hardware-In-the-Loop Simulation of Switched-Mode Power Supplies

  • Saralegui R
  • Sanchez A
  • Martínez-García M
  • Novo J
  • De Castro A

2018 Ieee 19th Workshop On Control And Modeling For Power Electronics, Compel 2018 - 10/9/2018

10.1109/compel.2018.8460060 View at source

Symmetric pressure stabilization for equal order finite element approximations to the time-dependent Navier--Stokes Equations

  • Bosco García-Archilla
  • Volker John
  • Julia Novo

1/1/2018

  • iMarina

Quasi-Optimal methods to approximate the incompressible Navier-Stokes equations

  • Autores: Novo Martin, Julia

20/11/2017

  • iMarina

Error bounds for non-inf-sup stable mixed finite elements for the Navier-Stokes equations with local projection stabilization

  • Javier De Frutos
  • Bosco García-Archilla
  • Volker John
  • Julia Novo

1/1/2017

  • iMarina

This researcher has no working papers.

This researcher has no technical reports.

Métodos numéricos para ecuaciones en derivadas parciales: métodos de orden reducido, cotas robustas, redes neuronales y aplicaciones

  • Novo Martin, Julia (Investigador principal (IP))

Period: 01-09-2023 - 31-08-2026

Type of funding: National

Amount of funding: 40250,00 Euros.

  • iMarina

Aproximación numérica de ecuaciones en derivadas parciales: estabilización, asimilación de datos y aplicaciones

  • García Archilla, Juan Bosco (Investigador/a)
  • Frutos Baraja, Francisco Javier DE (Investigador/a)
  • Novo Martin, Julia (Investigador principal (IP))

Period: 01-06-2020 - 31-05-2023

Type of funding: National

Amount of funding: 27830,00 Euros.

  • iMarina

Modelización matemática y análisis de regulaciones medioambientales, incentivos y uso eficiente de energías limpias en un entorno dinámico

  • Javier De Frutos (Investigador principal (IP))
  • Novo Martin, Julia (Investigador/a)

Period: 01-10-2017 - 30-09-2019

  • iMarina

Métodos numéricos para ecuaciones en derivadas parciales: estabilización, adaptividad y aplicaciones

  • Julia Novo Martín (Investigador principal (IP))
  • Novo Martin, Julia (Investigador/a)

Period: 01-12-2016 - 29-12-2019

  • iMarina

Aproximación numérica de ecuaciones de convección-reacción-difusión

  • Novo Martin, Julia (Investigador principal (IP))

Period: 01-01-2014 - 31-12-2016

  • iMarina

Metodos numéricos para ecuaciones de convección- reacción-difusión.

  • Francisco Javier de Frutos Baraja (Investigador/a)
  • John Volker (Investigador/a)
  • Novo Martin, Julia (Investigador principal (IP))

Period: 01-01-2011 - 31-12-2013

  • iMarina

Métodos postprocesados para ecuaciones parabólicas no lineales: métodos totalmente discretos, estabilización en ecuaciones de convección-difusión, adaptatividad dinámica y aplicaciones

  • Javier De Frutos (Investigador principal (IP))
  • Novo Martin, Julia (Investigador/a)

Period: 01-10-2007 - 30-09-2010

  • iMarina

Ingenio Mathematica (i-MATH)

  • Aracil Rico, Javier (Investigador principal (IP))
  • Novo Martin, Julia (Investigador/a)
  • Aguirre Maeso, Carlos (Investigador/a)
  • Zuazua Iriondo, Enrique (Investigador principal (IP))
  • Pascual Broncano, Pedro Jose (Investigador/a)

Period: 01-01-2006 - 01-01-2011

  • iMarina

Discretizaciones numéricas basadas en integradores exponenciales de ecuaciones en derivadas parciales de evolución

  • María Paz Calvo (Investigador principal (IP))
  • Novo Martin, Julia (Investigador/a)

Period: 01-01-2006 - 01-01-2009

  • iMarina

Análisis numérico de ecuaciones parabólicas no lineales: adaptatividad dinámica, estabilización y simulación

  • Javier De Frutos (Investigador principal (IP))
  • Novo Martin, Julia (Investigador/a)

Period: 13-12-2004 - 12-12-2007

  • iMarina

Aproximación numérica de las ecuaciones de Navier-Stokes mediante métodos de doble malla. Cotas de error y estimaciones a posteriori

  • Julia Novo Martín (Director) Doctorando: Francisco Durango

19/5/2022

  • iMarina

Propiedades de propagacion de las aproximaciones por metodos de galerkin discontinuos y elementos finitos clasicos de orden superior de la ecuacion de ondas.

  • Marica, Aurora Mihaela (Autor o Coautor)
  • Ignat, Ioan Liviu (Autor o Coautor)
  • Faraco Hurtado, Daniel (Autor o Coautor)
  • Novo Martin, Julia (Autor o Coautor)
  • Zuazua Iriondo, Enrique (Autor o Coautor)
  • Aurora-Mihaela Marica (Director) Doctorando: Aurora-Mihaela Marica

1/1/2010

  • iMarina

The postprocessed mixed finite element method for the navier-stokes equations

  • Blanca Ayuso Dios (Director)
  • Novo Martin, Julia (Autor o Coautor) Doctorando: Blanca Ayuso Dios

9/10/2003

  • iMarina

This researcher has no patents or software licenses.

Last data update: 8/1/24 2:24 PM